Yasushi Mizusawa

activity

20172024

most citedOn

p

-class groups of relative cyclic

p

-extensions

3 citations · 3 across the 2 of their papers we have counts for

collaborators

3 papers

math.GT2024

On the Burde--de Rham theorem for finitely presented pro- $p$ groups

Yasushi Mizusawa, Ryoto Tange, Yuji Terashima

We consider the Burde--de Rham theorem for finitely presented pro- $p$ groups under the assumption that the total degrees of all relators are $0$ . We also give some concrete example…

math.NT2020★ 3 cited

On $p$ -class groups of relative cyclic $p$ -extensions

Yasushi Mizusawa, Kota Yamamoto

We prove a general stability theorem for $p$ -class groups of number fields along relative cyclic extensions of degree $p^{2}$ , which is a generalization of a finite-extension version…

math.NT2017

On pro- $p$ link groups of number fields

Yasushi Mizusawa

As an analogue of a link group, we consider the Galois group of the maximal pro- $p$ -extension of a number field with restricted ramification which is cyclotomically ramified at $p$ …

On the Burde--de Rham theorem for finitely presented pro-p groups

On p-class groups of relative cyclic p-extensions

On pro-p link groups of number fields

On the Burde--de Rham theorem for finitely presented pro- $p$ groups

On $p$ -class groups of relative cyclic $p$ -extensions

On pro- $p$ link groups of number fields